We consider a class of long-range exclusion processes evolving either on Z or on a finite lattice with open boundaries. For the power-law jump kernel, e.g., p(x,y)=|y-x|^{-1-gamma}1_{y>x}, it is kn...
Soficity is a property of groups generalising at once amenability and residual finiteness. It was introduced by Gromov and Weiss as a convenient class in which to establish many outstanding open quest...
While the transport of scalar quantities by turbulent fields generates dissipation, rigorous results concerning the emergence of viscous terms through transport noise have been developed over the past...
The Lee model was originally introduced in 1954 by Tsung-Dao Lee as a toy model in Quantum Field Theory to get insight in the renormalization procedure without the use of perturbation methods. The mod...
The workshop is devoted to the interplay between Operator Algebras in Mathematics and Quantum Field Theory in Physics, pioneered by Sergio Doplicher.
Program and info:
https://www.lincei.it/it/mani...
DATAHyKing is a Marie Curie Doctoral Network funded by the European Commission under Grant Agreement No. 101072546. The main research themes of the project include accurate and efficient simulations f...
The aim of the meeting is to discuss recent developments, techniques and open questions in the area of abelian varieties and their moduli spaces, modular forms, number theory and combinatorics, automo...
Time-fractional diffusion equations have attracted considerable attention in recent years and have become a very active area of research in both pure and applied mathematics. Despite the extensive lit...
We consider a gradient, speed-change, symmetric exclusion process on the discrete torus $T^d_n$, $d\leq 3$, whose empirical measure evolves, on the diffusive scale, according to a non-linear parabolic...
L’incontro, organizzato con cadenza biennale, rappresenta un’importante occasione di confronto per la comunità scientifica attiva nello studio della logica e delle sue applicazioni in ambito matematic...
